解答
展开 x99(x11+3)11
解答
x22+33x11+495+x114455+x2226730+x33112266+x44336798+x55721710+x661082565+x771082565+x88649539+x99177147
求解步骤
x99(x11+3)11
(x11+3)11=x121+33x110+495x99+4455x88+26730x77+112266x66+336798x55+721710x44+1082565x33+1082565x22+649539x11+177147
=x99x121+33x110+495x99+4455x88+26730x77+112266x66+336798x55+721710x44+1082565x33+1082565x22+649539x11+177147
使用分式法则: ca±b=ca±cbx99x121+33x110+495x99+4455x88+26730x77+112266x66+336798x55+721710x44+1082565x33+1082565x22+649539x11+177147=x99x121+x9933x110+x99495x99+x994455x88+x9926730x77+x99112266x66+x99336798x55+x99721710x44+x991082565x33+x991082565x22+x99649539x11+x99177147=x99x121+x9933x110+x99495x99+x994455x88+x9926730x77+x99112266x66+x99336798x55+x99721710x44+x991082565x33+x991082565x22+x99649539x11+x99177147
x99x121=x22
x9933x110=33x11
x99495x99=495
x994455x88=x114455
x9926730x77=x2226730
x99112266x66=x33112266
x99336798x55=x44336798
x99721710x44=x55721710
x991082565x33=x661082565
x991082565x22=x771082565
x99649539x11=x88649539
=x22+33x11+495+x114455+x2226730+x33112266+x44336798+x55721710+x661082565+x771082565+x88649539+x99177147